A pr 2 00 4 Mod l representations of arithmetic fundamental groups II ( A conjecture of


We study deformation rings of n-dimensional mod l representations ρ of the arithmetic fundamental group π1(X) where X is a geometrically irreducible, smooth curve over a finite field k of characteristic p (6 = l). We are able to show in many cases that the resulting rings are finite flat over Zl. The proof principally uses a lifting result of the authors in… (More)


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